MATH 1502 Midterm: MATH 1502 GT prepTest2A09
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Practice test ii for calculus ii, math 1502, september 21, 2009. This test is to be taken without calculators and notes of any sorts. For example, if you mean 2 do not write 1. 414 . Show your work, otherwise credit cannot be given. I: (25 points: (7 points) does the series. 1 k log k converge absolutely: (10 points) consider the series. If yes, calculate the rst three digits after the decimal point of this limit: (8 points) let akxk. Xk be a power series and assume that it converges at c > 0. True or false: the series converges for all x < c, the radius of convergence, r c, the radius of convergence, r c, the series converges absolutely for x with |x| < c. Ii: (25 points: (8 points) find the rst three digits after the decimal point of, (10 points) sum the series. 3k: (7 points) find the power series for.
